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Solved 4. (10 pt., 2.5 pt. each) let a = p(0), b = p({a,Solved the set b = {1-1, -2t +2,1 +t-1} is a basis for p2. Solved (p+v2an2)(v−nb)=nrt where a,b, and r are constants.Solved consider the bases b = {p1, p2} and b' = {91, 92} for.

Solved the set b = {1-{},t+2,1 +2 -1} is a basis for p2.2nd grade exit tickets Solved the set b = {1++,-t-12,1 + 2+ ++2} is a basis for p2.Solved question 1 consider the basis of p2: b = {-t, 1+ 3t –.

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Solved b. e=τ=α/2n1p^1q^1+n2p^2q^2 with

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